文件名称:Monte-Carlo
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某种商品进货价格为 a 元,出售价格为 b 元,假设对该商品每天早晨进货配齐 n 个,每日顾客
相互独立地到来,平均每日 m 人,且服从普阿松( Poisson)分布
!
)(
k
em
kP
− mk
,其中 k 为每日到来
的人数。问当 a 2、 b=3、 m 10 时,每天早晨该商品备齐多少个可得到最大利润。-One kind of goods with purchasing price a RMB, sale prove b RMB, suppose there are n in stock in morning, The customers are independent, follow a lambda m Poisson distribution . k stands for the number of coming over customers. Question: when a 2,b 3, m 10,how many goods should be prepared?
相互独立地到来,平均每日 m 人,且服从普阿松( Poisson)分布
!
)(
k
em
kP
− mk
,其中 k 为每日到来
的人数。问当 a 2、 b=3、 m 10 时,每天早晨该商品备齐多少个可得到最大利润。-One kind of goods with purchasing price a RMB, sale prove b RMB, suppose there are n in stock in morning, The customers are independent, follow a lambda m Poisson distribution . k stands for the number of coming over customers. Question: when a 2,b 3, m 10,how many goods should be prepared?
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Monte Carlo
...........\approximate pi
...........\..............\approxpi.m
...........\..............\main.m
...........\lirun
...........\.....\lirun.m
...........\.....\lirun_function.m
...........\posssion
...........\........\main.m
...........\........\pp.m
...........\蒙特卡罗方法.pdf